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Thomas C. Hull
Thomas C. Hull
Associate Professor of Mathematics, Western New England University
Verified email at wne.edu
Title
Cited by
Cited by
Year
Using origami design principles to fold reprogrammable mechanical metamaterials
JL Silverberg, AA Evans, L McLeod, RC Hayward, T Hull, CD Santangelo, ...
science 345 (6197), 647-650, 2014
7982014
Origami structures with a critical transition to bistability arising from hidden degrees of freedom
JL Silverberg, JH Na, AA Evans, B Liu, TC Hull, CD Santangelo, RJ Lang, ...
Nature materials 14 (4), 389-393, 2015
4632015
Programming reversibly self‐folding origami with micropatterned photo‐crosslinkable polymer trilayers
JH Na, AA Evans, J Bae, MC Chiappelli, CD Santangelo, RJ Lang, ...
Advanced Materials 27 (1), 79-85, 2015
4562015
Project origami: activities for exploring mathematics
T Hull
CRC Press, 2012
2572012
On the mathematics of flat origamis
T Hull
Congressus numerantium, 215-224, 1994
2241994
Modelling the folding of paper into three dimensions using affine transformations
TC Hull, sarah-marie belcastro
Linear Algebra and its Applications 348 (1), 273-282, 2002
1642002
Defective list colorings of planar graphs
N Eaton, T Hull
Bull. Inst. Combin. Appl 25 (79-87), 40, 1999
1381999
The combinatorics of flat folds: a survey
T Hull
Origami3: Proceedings of the 3rd International Meeting of Origami Science …, 2002
982002
Topological kinematics of origami metamaterials
B Liu, JL Silverberg, AA Evans, CD Santangelo, RJ Lang, TC Hull, ...
Nature Physics 14 (8), 811-815, 2018
842018
Rigid origami vertices: conditions and forcing sets
Z Abel, J Cantarella, ED Demaine, D Eppstein, TC Hull, JS Ku, RJ Lang, ...
Journal of Computational Geometry 7 (1), 171-184, 2016
792016
Counting mountain-valley assignments for flat folds
TC Hull
arXiv preprint arXiv:1410.5022, 2014
732014
Self-foldability of rigid origami
T Tachi, TC Hull
Journal of Mechanisms and Robotics 9 (2), 021008, 2017
702017
Solving cubics with creases: the work of Beloch and Lill
TC Hull
The American Mathematical Monthly 118 (4), 307-315, 2011
632011
A mathematical model for non-flat origami, Origami3
S Belcastro
Proceedings of the 3rd International Meeting of Origami Mathematics, Science …, 2002
622002
A note on" impossible" paper folding
T Hull
American Mathematical Monthly 103 (3), 240-241, 1996
441996
Origami3
T Hull
AK Peters/CRC Press, 2002
382002
HP Lovecraft: a horror in higher dimensions
T Hull
Math Horizons 13 (3), 10-12, 2006
262006
The application of origami science to map and atlas design
M Miura, T Hull
Origami 3, 137-146, 2002
242002
Box pleating is hard
HA Akitaya, KC Cheung, ED Demaine, T Horiyama, TC Hull, JS Ku, ...
Discrete and Computational Geometry and Graphs: 18th Japan Conference …, 2016
232016
Counting Miura-ori Foldings.
J Ginepro, TC Hull
J. Integer Seq. 17 (10), 14.10.8, 2014
212014
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